共查询到19条相似文献，搜索用时 140 毫秒
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应用基于RNG方法的湍流模型数值模拟钝体绕流的湍流流动 总被引：27，自引：2，他引：25
首次采用基于RNG方法的湍流模型对绕流钝体后尾流流场进行了数值模拟。计算在任意非正交曲线坐标系下,采用非交错网格的有限体积法求解二维不可压N-S方程,计算结果与实验数据以及与采用标准的κ-ε两方程湍流模型计算的结果进行比较,结果表明基于RNG方法的湍流模型对于与时间相关的大尺度运动——旋涡脱落的尾流的详细结构,能够给出真实的模拟。 相似文献
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大型海水淡化装置流场数值模拟及其优化 总被引：2，自引：0，他引：2
利用计算流体力学软件Phoenics对海水淡化装置中的闪发腔内的流场进行计算,并分析绕流板的设置对湍流度的影响。由于以往对提高海水淡化装置特别是多级闪发装置(MultiStageFlashMSF)效率的研究多局限于提高热效率的方面,或者是采用化学的方法,而忽视了从流体力学角度通过改变闪发腔内流动情况来提高效率。因此,本文通过对海水淡化装置闪发腔内流动情况的数值模拟,探索提高效率的方法。 相似文献
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采用复合单元法建立了模拟裂隙多孔介质变饱和流动的数值模型。该模型具有以下特点：裂隙不需要离散成特定单元，而是根据几何位置插入到孔隙基质单元中形成复合单元；在复合单元中，分别建立裂隙流和孔隙基质流的计算方程，二者通过裂隙?基质界面产生联系并整合成复合单元方程；复合单元方程具有和常规有限单元方程相同的格式，因此，可以使用常规有限单元方程的求解技术。采用欠松弛迭代、集中质量矩阵以及自适应时步调节等技术，开发了裂隙多孔介质变饱和流动计算程序。通过模拟一维干土入渗和复杂裂隙含水层内的流动问题，验证了该模型的合理性和适用性。模拟结果为进一步认识非饱和裂隙含水层地下水流动特性提供了理论依据。 相似文献
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Richard E. Ewing Raytcho D. Lazarov Steve L. Lyons Dimitrios V. Papavassiliou Joseph Pasciak Guan Qin 《Computational Geosciences》1999,3(3-4):185-204
Numerical simulation of fluid flow in a hydrocarbon reservoir has to account for the presence of wells. The pressure of a grid cell containing a well is different from the average pressure in that cell and different from the bottom-hole pressure for the well [17]. This paper presents a study of grid pressures obtained from the simulation of single phase flow through an isotropic porous medium using different numerical methods. Well equations are proposed for Darcy flow with Galerkin finite elements and mixed finite elements. Furthermore, high velocity (non-Darcy) flow well equations are developed for cell-centered finite difference, Galerkin finite element and mixed finite element techniques. 相似文献
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In this paper, we present a numerical model for simulating two-phase (oil–water and air–water) incompressible and immiscible flow in porous media. The mathematical model which is based on a fractional flow formulation is formed of two nonlinear partial differential equations: a mean pressure equation and a water saturation equation. These two equations can be solved in a sequential manner. Two numerical methods are used to discretize the equations of the two-phase flow model: mixed hybrid finite elements are used to treat the pressure equation, h-based Richards' equation and the diffusion term in the saturation equation, the advection term in the saturation equation is treated with the discontinuous finite elements. We propose a better way to calculate the nonlinear coefficients contained in our equations on each element of the discretized domain. In heterogeneous porous media, the saturation becomes discontinuous at the interface between two porous media. We show in this paper how to use the capillary pressure–saturation relationship in order to handle the saturation jump in the mixed hybrid finite element method. The two-phase flow simulator is verified against analytical solutions for some flow problems treated by other authors. 相似文献
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将追踪自由表面的流体体积(VOF)法应用于曲线坐标系下水流控制方程的求解中,计入流线弯曲对水流紊动特性的影响,建立了垂向二维强紊动水流的曲率修正的紊流模型,并对溢流坝反弧段的紊流特性进行了数值模拟。数值计算时,采用有限体积法离散水流的控制方程;物理变量,如:压力P、紊动参量κ、ε、γt等,采用交错方式排列(交错网格布置),用SIMPLEC算法求解离散方程。计算结果表明,得到的溢流坝反弧段的自由表面位置、速度场、压力场、剪应力分布和紊动能分布与实验结果吻合良好。 相似文献